Answer
$E(Both~Biological~or~Adoptive~Parents~and~Yes)=78.55$
$E(Single~Parent~or~Adoptive~Parents~and~Yes)=52.37$
$E(Parent~and~Stepparent~or~Adoptive~Parents~and~Yes)=41.89$
$E(Nonparental~Guardian~or~Adoptive~Parents~and~Yes)=26.18$
$E(Both~Biological~or~Adoptive~Parents~and~No)=71.45$
$E(Single~Parent~or~Adoptive~Parents~and~No)=47.63$
$E(Parent~and~Stepparent~or~Adoptive~Parents~and~No)=38.11$
$E(Nonparental~Guardian~or~Adoptive~Parents~and~Yes)=23.82$
Work Step by Step
$table~total=64+59+44+32+86+41+36+18=380$
$E(Both~Biological~or~Adoptive~Parents~and~Yes)=\frac{(row_1~total)(collumn_1~total)}{table~total}=\frac{(64+59+44+32)(64+86)}{380}=78.55$
$E(Single~Parent~or~Adoptive~Parents~and~Yes)=\frac{(row_1~total)(collumn_2~total)}{table~total}=\frac{(64+59+44+32)(59+41)}{380}=52.37$
$E(Parent~and~Stepparent~or~Adoptive~Parents~and~Yes)=\frac{(row_1~total)(collumn_3~total)}{table~total}=\frac{(64+59+44+32)(44+36)}{380}=41.89$
$E(Nonparental~Guardian~or~Adoptive~Parents~and~Yes)=\frac{(row_1~total)(collumn_4~total)}{table~total}=\frac{(64+59+44+32)(32+18)}{380}=26.18$
$E(Both~Biological~or~Adoptive~Parents~and~No)=\frac{(row_2~total)(collumn_1~total)}{table~total}=\frac{(86+41+36+18)(64+86)}{380}=71.45$
$E(Single~Parent~or~Adoptive~Parents~and~No)=\frac{(row_2~total)(collumn_2~total)}{table~total}=\frac{(86+41+36+18)(59+41)}{380}=47.63$
$E(Parent~and~Stepparent~or~Adoptive~Parents~and~No)=\frac{(row_2~total)(collumn_3~total)}{table~total}=\frac{(86+41+36+18)(44+36)}{380}=38.11$
$E(Nonparental~Guardian~or~Adoptive~Parents~and~Yes)=\frac{(row_2~total)(collumn_4~total)}{table~total}=\frac{(86+41+36+18)(32+18)}{380}=23.82$
